Componente nº 1: Número de plantas por área
Conte o número de plantas por 10 metros em linha, ou verifique o número de plantas em 4 linhas de 2,5 metros. Para obter a estimativa de plantas por metro, o número total destas plantas deve ser dividido por 10.
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)
- Exemplo: em uma lavoura com espaçamento de 45 cm entrelinhas, foram contadas plantas em 10 metros lineares, totalizando 120 plantas, desta forma, 120/10 é igual a 12 plantas por metro. Com base na fórmula acima, deve ser feito o seguinte cálculo:
![](data:image/png;base64,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)
Uma alternativa a este cálculo é utilizar a tabela 1 como referência. Nesta tabela temos a estimativa do número de plantas por hectare, baseada nos valores mais usuais de plantas por metro e espaçamento entrelinhas. Para encontrar o valor de plantas por hectare na tabela, escolha o número de plantas por metro e depois o espaçamento entrelinhas.
No exemplo (12 plantas/metro e 45 cm entrelinhas), se verificarmos na tabela, o resultado é de 267 mil plantas/ha (valor arredondado).
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Tabela 1. Estimativa de plantas por hectare em função das plantas por metro e espaçamento entrelinhas.
Componente nº 2: Vagens por planta
Conte o número de vagens em 10 plantas consecutivas na linha de plantio. O número total destas vagens deve ser dividido por 10.
- Exemplo: em 10 plantas foram contadas ao todo 300 vagens, desta forma, calculamos 300/10, resultando em uma estimativa de 30 vagens por planta.
Componente nº 3: Grãos por vagem
De uma forma geral, uma boa estimativa de grãos por vagem é de 2,5. Este valor pode ser utilizado de forma direta, ou estimado. A estimativa é feita com a contagem do número de grãos por vagem. O resultado deste valor deve ser dividido pelo número de vagens contadas.
- Exemplo: em 50 vagens contamos um total de 128 grãos, logo, 128/50 corresponde a 2,6 grãos por vagem.
Componente nº 4: Peso de mil grãos
Variações no peso dos grãos podem ser influenciadas pela cultivar que esta sendo utilizada, bem como as condições de manejo da lavoura. Estes valores variam, tipicamente, entre 140 a 220g/1000 grãos, porém, para fins de estimativa, neste artigo vamos utilizar o valor de 170g/1000 grãos.
Nos exemplos acima, obtivemos:
- Plantas por hectare: 267 mil plantas
- Vagens por planta: 30 vagens
- Grãos por vagem: 2,6 grãos
- Peso de mil grãos: 170 gramas
Para o cálculo, a fórmula é a seguinte:
![](data:image/png;base64,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)
Substituindo pelos valores encontrados:
![](data:image/png;base64,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)
Com esta fórmula obtemos a estimativa da produtividade final em sacos por hectare (sc/ha). O resultado estimado em relação aos exemplos apresentados é de 59,0 sc/ha.
Seguindo esta metodologia, você pode ter a estimativa da produtividade da lavoura, porém, a precisão desta estimativa será mais rigorosa se mais pontos dentro da área forem amostrados, e no final for realizada a média das estimativas.